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w[N/m] wohn(x) 8m Find the location of the application of the resultant force to genovare the required of force about point 0. момен г

w[N/m] wohn(x) 8m Find the location of the application of the resultant force to genovare the required of force about point 0. момен г

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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**Text:** Find the location of the application of the resultant force to generate the required moment of force about point O. **Explanation of the Diagram:** The diagram illustrates a beam or line along the x-axis extending 8 meters horizontally. Over the length of the beam, there is a non-uniform load distribution that varies along the x-axis. The load intensity, denoted as \( w \), is a function of \( x \) described by the equation \( w = kx \). - **Graph/Diagram Details:** - The load intensity \( w \) (measured in Newtons per meter, \( N/m \)) increases linearly from left to right. - It starts at 0 and reaches a maximum at the right end of the beam. - The arrows pointing downward along the line represent the applied forces due to the load. - The vertex on the left end of the beam is marked as point O, where the moment of force will be calculated.
Transcribed Image Text:**Text:** Find the location of the application of the resultant force to generate the required moment of force about point O. **Explanation of the Diagram:** The diagram illustrates a beam or line along the x-axis extending 8 meters horizontally. Over the length of the beam, there is a non-uniform load distribution that varies along the x-axis. The load intensity, denoted as \( w \), is a function of \( x \) described by the equation \( w = kx \). - **Graph/Diagram Details:** - The load intensity \( w \) (measured in Newtons per meter, \( N/m \)) increases linearly from left to right. - It starts at 0 and reaches a maximum at the right end of the beam. - The arrows pointing downward along the line represent the applied forces due to the load. - The vertex on the left end of the beam is marked as point O, where the moment of force will be calculated.
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